PDIA is mentioned often by BSC leaders and practitioners—but what is it?
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Evidence–Based Technical Analysis.
David Aronson's Evidence–Based Technical Analysis will change how you see trading.
Here’s a full breakdown - so you don’t have to read all 544 pages.
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3-phase research writing method you NEED to know ⤵️
Save it for your next manuscript using 𝘤𝘭𝘪𝘱𝘱𝘦.𝘮𝘦 & Repost to to help your network!
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One book every aspiring data scientist should own.
It's over a decade old. And it's still the Number 1 book for learning statistics and data science.
This is why.
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Here are three books that challenge the work by last week's winners of the Nobel prize in economics.
In different ways, all these books highlight the shortcomings of the West's model of 'good governance'.
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Logistic Regression is the most important foundational algorithm in Classification Modeling. In 2 minutes, I'll teach you what took me 2 months to learn. Let's dive in:
1. Logistic regression is a statistical method used for analyzing a dataset in which there are one or more independent variables that determine a binary outcome (in which there are only two possible outcomes). This is commonly called a binary classification problem.
2. The Logit (Log-Odds): The formula estimates the log-odds or logit. The right-hand side is the same as the form for linear regression. But the left-hand side is the logit function, which is the natural log of the odds ratio. The logit function is what distinguishes logistic regression from other types of regression.
3. The S-Curve: Logistic regression uses a sigmoid (or logistic) function to model the data. This function maps any real-valued number into a value between 0 and 1, making it suitable for a probability estimation. This is where the S-curve shape comes in.
4. Why not Linear Regression? The shape of the S-curve often fits the binary outcome better than a linear regression. Linear regression assumes the relationship is linear, which often does not hold for binary outcomes, where the relationship between the independent variables and the probability of the outcome is typically not linear but sigmoidal (S-shaped).
5. Coefficient Estimation: Like linear regression, logistic regression calculates coefficients for each independent variable. However, these coefficients are in the log-odds scale.
6. Coefficient Interpretation (Log-Odds to Odds): Exponentiating a coefficient converts it from log odds to odds. For example, if a coefficient is 0.5, the odds ratio is exp(0.5), which is approximately 1.65. This means that with a one-unit increase in the predictor, the odds of the outcome increase by a factor of 1.65.
7. Model evaluation: The evaluation metrics for linear regression (like R-squared) are not suitable for assessing the performance of a model in a classification context. For Logistic regression, I normally use classification-specific evaluation metrics like AUC, precision, recall, F1 score, ROC curve, etc.
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Measuring the impact of interventions over time is crucial!
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In Peru, the youth job training program "Projoven improved formal employment & earnings in the short-term, but...these effects quickly disappear" with no discernible impacts after the 1st year.
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